tag:blogger.com,1999:blog-78586529568772505102024-03-08T02:11:25.537-08:00makalah metabolisme karbohidratmuhammad fitriansyahhttp://www.blogger.com/profile/12138890192328895042noreply@blogger.comBlogger1125tag:blogger.com,1999:blog-7858652956877250510.post-2968888620907544012013-04-30T07:28:00.000-07:002013-04-30T07:28:30.840-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if !mso]><img src="//img2.blogblog.com/img/video_object.png" style="background-color: #b2b2b2; " class="BLOGGER-object-element tr_noresize tr_placeholder" id="ieooui" data-original-id="ieooui" />
<style>
st1\:*{behavior:url(#ieooui) }
</style>
<![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="2050"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
<br />
<div class="MsoNormal" style="clear: right; float: right; line-height: 150%; margin-bottom: 1em; margin-left: 1em; text-align: justify; text-indent: 36pt;">
<img align="left" height="640" src="file:///C:\DOCUME~1\Acer\LOCALS~1\Temp\msohtmlclip1\01\clip_image003.gif" width="475" /></div>
<h1 align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<span lang="IN" style="color: #1d1b11; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">BAB I</span></h1>
<h1 align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<span lang="IN" style="color: #1d1b11; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">PENDAHULUAN</span><span style="color: #1d1b11; font-size: 14.0pt; line-height: 150%; mso-themecolor: background2; mso-themeshade: 26;"></span></h1>
<h1 align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<span style="color: #1d1b11; font-size: 14.0pt; line-height: 150%; mso-themecolor: background2; mso-themeshade: 26;"> </span></h1>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l0 level2 lfo2; text-align: justify; text-indent: -18.0pt;">
<strong><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">1.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span></strong><strong><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-spacerun: yes;"> </span></span></strong><strong><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">Latar Belakang Masalah</span></strong><strong><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"></span></strong></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; tab-stops: 21.3pt 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="IN" style="mso-ansi-language: IN;">Di dalam kehidupan, karbohidrat merupakan molekul
yang sangat penting bagi tubuh makhluk hidup. </span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">Kata karbohidrat berasal dari kata karbon dan air. Secara sederhana
karbohidrat didefinisikan sebagai polimer gula. Karbohidrat adalah senyawa
karbon yang mengandung sejumlah besar gugus hidroksil. Karbohidrat paling
sederhana bisa berupa aldehid (disebut polihidroksialdehid atau aldosa) atau
berupa keton (disebut polihidroksiketon atau ketosa). </span><span lang="IN" style="mso-ansi-language: IN;">Pokok bahasan ini erat kaitannya dengan kerja
tubuh kita sehari-hari. Selain untuk menambah pengetahuan dan wawasan kami,
pembuatan makalah ini juga dapat membuat kami menyadari akan kebesaran Allah
Yang Maha Esa dan menjadi belajar lebih bersyukur. </span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify; text-indent: 35.4pt;">
<span lang="IN" style="mso-ansi-language: IN;">Dengan adanya naluri rasa ingin tahu pada diri
manusia menyebabkan</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">perkembangan yang sangat</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">pesat</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">dibidang</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">apapun, termasuk</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">masalah yang berkaitan</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">dengan metabolisme
karbohidrat yang diangkat</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">dari</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">berbagai media seperti</span><span lang="IN"> </span><span lang="IN" style="mso-ansi-language: IN;">buku, internet, dan lain-lain.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l0 level2 lfo2; text-align: justify; text-indent: -18.0pt;">
<strong><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">1.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span></strong><strong><span lang="IN" style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-spacerun: yes;"> </span></span></strong><strong><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">Rumusan Masalah</span></strong></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 42.55pt; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -21.25pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">Apakah yang dimaksud dengan
metabolisme karbohidrat dan bagaimana proses metabolisme karbohidrat tersebut ?
</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 42.55pt; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -21.25pt;">
<span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">Bagaimana proses </span><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">glikolisis ?</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 42.55pt; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -21.25pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">Bagaimana proses
glikogenesis dan glikogenolisis ?</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 42.55pt; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -21.25pt;">
<span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">Bagaimana proses siklus asam sitrat ?</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 42.55pt; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -21.25pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">Berapakah energi yang </span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">di</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">hasil</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">kan</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"> dari metabolisme aerobik dan anaerobik
?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 42.55pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l0 level2 lfo2; text-align: justify; text-indent: -18.0pt;">
<strong><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-weight: normal; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">1.3<span style="font: 7.0pt "Times New Roman";"> </span></span></span></strong><strong><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-spacerun: yes;"> </span></span></strong><strong><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">Tujuan Penulisan </span></strong><strong><span lang="SV" style="color: #1d1b11; font-weight: normal; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"></span></strong></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l12 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<strong><span lang="SV" style="color: #1d1b11; font-weight: normal; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></strong><strong><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">Untuk
mengetahui pengertian metabolisme karbohidrat beserta prosesnya.</span></strong><strong><span lang="SV" style="color: #1d1b11; font-weight: normal; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"></span></strong></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l12 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><strong><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">Untuk mengetahui </span></strong><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">proses </span><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">glikolisis.</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l12 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">Untuk mengetahui proses </span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">glikogenesis dan glikogenolisis.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l12 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">Untuk mengetahui proses </span><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">siklus asam
sitrat.</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l12 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: #1d1b11; mso-themecolor: background2; mso-themeshade: 26;">Untuk mengetahui </span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">energi yang </span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">di</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;">hasil</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">kan</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"> dari metabolisme aerobik dan
anaerobik.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 42.55pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l0 level2 lfo2; tab-stops: 54.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">1.4<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span>Metode Penulisan</b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; tab-stops: 54.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-tab-count: 1;"> </span></b>Pada makalah ini
kami menggunakan metode perpustakaan yang berasal dari buku-buku pengetahuan
alam dan melalui media interne
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: #1d1b11; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;">BAB II</span></b></div>
<div align="center" class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; mso-outline-level: 1; tab-stops: 102.85pt 121.55pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #1d1b11; font-size: 13.0pt; line-height: 150%; mso-bidi-font-size: 14.0pt; mso-themecolor: background2; mso-themeshade: 26;">METABOLISME KARBOHIDRAT</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-list: l5 level2 lfo5; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">2.1<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;">METABOLISME KARBOHIDRAT dan PROSESNYA.</b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div align="center" class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: center;">
<img alt="" src="data:image/png;base64,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" /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
Gambar
: Bahan-bahan Karbohidrat</div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<span style="mso-fareast-language: IN;">Metabolisme mengakar pada kata metabole dari bahasa Yunani yang berarti
berubah. Dalam dunia ilmu pengetahuan, secara sederhana metabolisme diartikan
sebagai proses kimiawi yang berlangsung di dalam tubuh makhluk hidup yang
bertujuan untuk menghasilkan energi. <b>Proses metabolisme karbohidrat</b>
secara garis besar terdiri dari dua cakupan yakni reaksi pemecahan atau
katabolisme dan reaksi pembentukan atau anabolisme. Pada proses pembentukan,
salah satu unsur yang harus terpenuhi adalah energi. Energi ini dihasilkan dari
proses katabolisme. Sementara itu, tahapan metabolisme sendiri terdiri atas
beberapa bagian yakni glikolisis, oksidasi piruvat ke asetil-KoA, glikogenesis,
glikogenolisis, hexose monophosphate shunt dan terakhir adalah Glukoneogenesis<a href="http://www.blogger.com/null" name="more"></a>.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<span style="color: black;">Secara ringkas, jalur-jalur metabolisme karbohidrat dijelaskan sebagai
berikut: </span><span style="mso-fareast-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 13.5pt; mso-add-space: auto; mso-list: l3 level1 lfo8; mso-outline-level: 2; text-align: justify; text-indent: -13.5pt;">
<span style="color: black;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black;">Glukosa sebagai bahan
bakar utama akan mengalami glikolisis (dipecah) menjadi 2 piruvat jika tersedia
oksigen. Dalam tahap ini dihasilkan energi berupa ATP. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 13.5pt; mso-add-space: auto; mso-list: l3 level1 lfo8; mso-outline-level: 2; text-align: justify; text-indent: -13.5pt;">
<span style="color: black;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black;">Selanjutnya
masing-masing piruvat dioksidasi menjadi asetil KoA. Dalam tahap ini dihasilkan
energi berupa ATP.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 13.5pt; mso-add-space: auto; mso-list: l3 level1 lfo8; mso-outline-level: 2; text-align: justify; text-indent: -13.5pt;">
<span style="color: black;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black;">Asetil KoA akan masuk
ke jalur persimpangan yaitu siklus asam sitrat. Dalam tahap ini dihasilkan
energi berupa ATP.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 13.5pt; mso-add-space: auto; mso-list: l3 level1 lfo8; mso-outline-level: 2; text-align: justify; text-indent: -13.5pt;">
<span style="color: black;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black;">Jika sumber glukosa
berlebihan, melebihi kebutuhan energi kita maka glukosa tidak dipecah,
melainkan akan dirangkai menjadi polimer glukosa (disebut glikogen). Glikogen
ini disimpan di hati dan otot sebagai cadangan energi jangka pendek. Jika
kapasitas penyimpanan glikogen sudah penuh, maka karbohidrat harus dikonversi
menjadi jaringan lipid sebagai cadangan energi jangka panjang.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 13.5pt; mso-add-space: auto; mso-list: l3 level1 lfo8; mso-outline-level: 2; text-align: justify; text-indent: -13.5pt;">
<span style="color: black;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black;">Jika terjadi
kekurangan glukosa dari diet sebagai sumber energi, maka glikogen dipecah
menjadi glukosa. Selanjutnya glukosa mengalami glikolisis, diikuti dengan
oksidasi piruvat sampai dengan siklus asam sitrat.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 13.5pt; mso-add-space: auto; mso-list: l3 level1 lfo8; mso-outline-level: 2; text-align: justify; text-indent: -13.5pt;">
<span style="color: black;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black;">Jika glukosa dari diet
tak tersedia dan cadangan glikogenpun juga habis, maka sumber energi non
karbohidrat yaitu lipid dan protein harus digunakan. Jalur ini dinamakan
glukoneogenesis (pembentukan glukosa baru) karena dianggap lipid dan protein
harus diubah menjadi glukosa baru yang selanjutnya mengalami katabolisme untuk
memperoleh energi.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="mso-fareast-language: IN;">Metabolisme karbohidrat pada manusia
dapat dibagi sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l4 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-language: IN;">Glikolisis </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="mso-fareast-language: IN;">Oksidasi glukosa atau glikogen
menjadi piruvat dan laktat oleh jalan Embden-Meyerhof. Glikolisis terjadi pada
semua jaringan. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l4 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-language: IN;">Oksidasi piruvat menjadi asetil—KoA </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Merupakan suatu langkah yang dibutuhkan
sebelum masuknya produk glikolisis ke dalam siklus asam nitrat yang merupakan
jalan akhir bersama untuk oksidasi karbohidrat, lemak dan protein. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Sebelum piruvat dapat memasuki sikluas
asam nitrat, ia harus ditranspor ke dalam mitokondria melalui transpor piruvat
khusus yang membantu pasasi melintasi membran bagian dalam mitokondria. Ini
memerlukan mekanisme “symport” dimana satu proton diangkut bersama. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Dalam mitokondria, piruvat di
dekarboksilasi secara osidatif menjadi asetil-KoA. Reaksi ini dikatalisis oleh
beberapa enzsim yang berbeda yang bekerja secara berurutan dalam kompleks
multienzim. Enzim-enzim ini secara kolektif disebut kompleks piruvat
dehidrogenase dan analog dengan kompleks alfa-ketoglutarat dehidrogenase dari
siklus asam nitrat. Piruvat mengalami dekarboksilasi dengan adanya tiamin
difosfat menjadi derivat hidroksietil cincin tiazol dari tiamin difosfat yang
berikatan dengan enzim, yang selanjutnya bereaksi dengan lipoamida teroksidasi membentuk
asetil lipoamida. Dengan adanya dihidrolipoil transasetilase, asetil lipoamida
bereaksi dengan koenzim A membentuk asetil-KoA dan lipoamida tereduksi. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Siklus reaksi disempurnakan bila lipoamida
tereduksi kembali dioksidasi oleh flavoprotein dengan adanya dihidropoil
dehidrogenase. Akhirnya flavoprotein yang tereduksi dioksidasi oleh NAD, yang
selanjutnya memindahkan ekuivalen pereduksi ke rantai pernafasan. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;">Piruvat + NAD<sup>+</sup>
+ KoA Asetil-KoA + NADH + H<sup>+</sup> + CO<sub>2</sub></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Kompleks piruvat dehidrogenase terdiri dari
kurang lebih 29 mol piruvat dehidrogenase dan kira-kira 8 mol flavoprotein
(dihidripoil dehidrogenase) yang tersebar disekeliling 1 mol transasetilase. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Sistem piruvat dhidrogenase cukup
elektronegatif dipandang dari rantai pernapasan bahwa disamping membebaskan
koenzim tereduksi (NADH), ia juga menghasilkan ikatan tioester berenergi tinggi
dalam asetil-KoA. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l4 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-language: IN;">Glikogenesis </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="mso-fareast-language: IN;">Sintesis glikogen dari glukosa </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l4 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-language: IN;">Glikogenolisis </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Pemecahan/degradasi glikogen. Glukosa
merupakan hasil akhir utama glikogenolisis dalam hati, dan piruvat serta laktat
adalah hasil utama dalam otot.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l4 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-language: IN;">Hexose monophosphate shunt </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Jalan lain disamping jalan Embden-Meyerhof
untuk oksidasi glukosa. Fungsi utamanya adalah sintesia perantara penting
seperti NADPH dan ribosa. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-list: l4 level1 lfo4; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-language: IN;">Glukoneogenesis </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify; text-indent: 18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Pembentukan glukosa atau glikogen dari
sumber bukan karbohidrat. Jalan yang tersangkut dalam glukoneogenesis terutama
siklus asam nitrat dan kebalikan glikolisis. Substrat utamanya adalah asam
amino glokogenik, laktat, dan gliserol.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 13.5pt; mso-add-space: auto; mso-outline-level: 2; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-list: l5 level2 lfo5; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.2<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;">PROSES
GLIKOLISIS</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
Glikolisis merupakan reaksi tahap pertama secara aerob (cukup oksigen)
yang berlangsung dalam mitokondria. Glikolisis berasal dari kata <i>glyco</i> =
gula, <i>lysis</i> = memecah. Semua kehidupan di bumi melakukan glikolisis.
Tahap glikolisis tidak memerlukan oksigen (anaerob) dan tidak menghasilkan
banyak energi. Reaksi anaerob terdiri atas serangkaian reaksi yang mengubah
glukosa menjadi asam laktat. Tahap glikolisis merupakan awal terjadinya
respirasi sel. Glikolisis terjadi dalam sitoplasma dan hasil akhir glikolisis
berupa senyawa asam piruvat. </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
Glikolisis memiliki sifat-sifat, antara lain: glikolisis dapat
berlangsung secara aerob maupun anaerob, glikolisis melibatkan enzim ATP dan
ADP, serta peranan ATP dan ADP pada glikolisis adalah memindahkan (mentransfer)
fosfat dari molekul yang satu ke molekul yang lain. </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span style="mso-spacerun: yes;">
</span>Gambar : Proses Glikolisis </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
Pada sel eukariotik, glikolisis terjadi di sitoplasma (sitosol). Glikolisis
terjadi melalui 11 tahapan, yaitu :</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Heksokinase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Tahap pertama
proses glikolisis adalah glukosa menjadi glukosa-6-fosfat dengan reaksi
fosforilasi. Gugus fosfat diterima dari ATP dalam reaksi sebagai berikut. Enzim
heksokinase merupakan katalis dalam reaksi tersebut dibantu oleh ion Mg<sup>++ </sup>sebagai
kofaktor.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Fosfoheksoisomerase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Reaksi berikutnya
adalah isomerasi, yaitu pengubahan glikosa-6-fosfat menjadi fruktosa-6-fosfat
dengan enzim fosfoglukoisomerase. Enzim ini tidak memerlukan kofaktor dan telah
diperoleh dari ragi dengan cara kristalisasi enzim fosfoheksoisomerase terdapat
pada jaringan otot dan mempunyai berat molekul 130.000.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Fosfofruktokinase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Fruktosa-6-fosfat
diubah menjadi fruktosa-1,6-difosfat oleh enzim fosfofruktokinase dibantu oleh
ion Mg<sup>++ </sup>sebagai kofaktor. Dalam reaksi ini gugus fosfat dipindahkan
dari ATP kepada fruktosa-6-fosfat dan ATP sendiri akan berubah menjadi ADP.
Fosfofruktokinase dapat dihambat atau dirangsang oleh beberapa metabolit, yaitu
senyawa yang terlibat dalam proses metabolisme ini. Sebagai contoh, ATP yang
berlebih dan asam sitrat dapat menghambat, di lain pihak adanya AMP, ADP dan
fruktosa-6-fosfat dapat menjadi efektor positif yang merangsang enzim
fosfofruktokinase. Enzim ini adalah suatu enzim alosterik dan mempunyai berat
molekul kira-kira 360.000</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Adolase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Reaksi tahap
keempat dalam rangkaian reaksi glikolisis adalah penguraian molekul
fruktosa-1,6-difosfat membentuk dua molekul triosa fosfat, yaitu dihidroksi
aseton fosfat dan D-gliseral-dehida-3-fosfat. Dalam tahap ini enzim aldolase
yang menjadi katalis, telah ditemukan dan dimurnikan oleh Warburg. Enzim ini
terdapat dalam jaringan tertentu dan dapat bekerja sebagai katalis dalam reaksi
penguraian beberapa ketosa dan monofosfat, misalnya fruktosa-1,6-difosfat, sedoheptulosa-1,7-difosfat,
fruktosa-1-fosfat, eritrulosa-1-fosfat, hasil reaksi penguraian tiap senyawa
tersebut yang sama adalah dihidroksi aseton fosfat.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Triosafosfat
Isomerase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Dalam reaksi
penguraian oleh enzim aldolase terbentuk dua macam senyawa, yaitu
D-gliseraldehida-3-fosfat dan dihidroksiasetonfosfat. Yang mengalami reaksi
lebih lanjut dalam proses glikolisis ialah D-gliseraldehida-3-fosfat. Andaikata
sel tidak mampu mengubah dihidroksiasetonfosfat menjadi
D-gliseraldehida-3-fosfat, tentulah dihidroksiaseton fosfat akan bertimbun
dalam sel. Hal ini tidak berlangsung karena dalam sel terdapat enzim
triosafosfat isomerase yang dapat mengubah dihidroksiasetonfosfat menjadi
D-gliseraldehida-3-fosfat. Adanya keseimbangan antara kedua senyawa tersebut
dikemukakan oleh Meyerhof dan dalam keadaan keseimbangan dihidroksiasetonfosfat
terdapat dalam jumlah dari 90%.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Gliseraldehida-3-Fosfat
Dehidrogenase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Enzim ini bekerja
sebagai katalis pada reaksi oksidasi gliseraldehida-3-fosfat menjadi asam 1,3
difosfogliserat. Dalam reaksi ini digunakan<span style="mso-spacerun: yes;">
</span>koenzim NAD<sup>+ </sup>, sedangkan gugus fosfat<span style="mso-spacerun: yes;"> </span>diperoleh dari asam fosfat. Reaksi oksidasi
ini mengubah aldehida menjadi asam karboksilat. Gliseraldehida-3-fosfat
dehidrogenase telah dapat diperoleh dalam bentuk Kristal dari ragi dan
mempunyai berat molekul 145.000.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Enzim ini adalah
suatu tetramer yang terdiri atas empat subunit yang masing-masing mengikat satu
molekul NAD<sup>+ , </sup>jadi pada tiap molekul enzim terikat empat molekul
NAD<sup>+</sup>.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Fosfogliseril
Kinase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Reaksi yang
menggunakan enzim ini ialah reaksi pengubahan asam 1,3-difosfogliserat menjadi
asam 3-fosfogliserat. Dalam reaksi ini terbentuk satu molekulATP dari ADP dan
ion Mg<sup>++ </sup>diperlukan sebagai kofaktor. Oleh karena ATP adalah senyawa
fosfat berenergi tinggi yang dihasilkan leh proses glikolisis dalam benuk ATP.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Fosfogliseril
Mutase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Fosfogliseril
Mutase bekerja sebagai katalis pada reaksi pengubahan asam 3-fosfogliserat
menjadi 2-fosfogliserat. Enzim ini berfungsi memindahkan gugus fosfat dari satu
atom C kepada atom C lain dalam satu molekul. Berat molekul enzim fosfogliseril
mutase yang diperoleh dari ragi ialah 112.000</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Enolase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Reaksi berikutnya
ialah reaksi pembentukan asam fosfoenol-piruvat dari asam 2-fosfogliserat
dengan katalis enzim enolase an ion Mg<sup>++ </sup>sebagai kofaktor. Reaksi
pembentukan asam fosfoenol piruvat ini ialah reaksi dehidrrasi. Adanya ion F<sup>-<span style="mso-spacerun: yes;"> </span></sup>dapat menghambat kerjanya enzim
enolase, sebab ion F<sup>- </sup>dengan ion Mg<sup>++ </sup><span style="mso-spacerun: yes;"> </span>dan fosfat dapat membentuk kompleks magnesium
flourofosfat, dengan begitu<span style="mso-spacerun: yes;"> </span>akan<span style="mso-spacerun: yes;"> </span>mengurangi jumlah ion Mg<sup>++</sup> dalam
campuran reaksi dan akibat berkurangnya ion Mg<sup>++ </sup>maka efektifitas
reaksi berkurang.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Piruvat
kinase</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Piruvat kinase
merupakan katalis pada reaksi pemindahan gugus fosfat dari asam
fosfoenolpiruvat kepad ADP sehingga terbentuk molekul ATP dari molekul asam
piruvat. Piruvat kinase telah dapat diperoleh dari ragi dalam bentuk kristal.
Enzim ini adalah suatu tetramer dengan berat molekul 165.000. dalam reaksi
tersebut di atas, diperlukan ion Mg<sup>++ </sup>dan K<sup>+ </sup>sebagai
aktivator.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l2 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Laktat
Dehidrogenase</i></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Reaksi yang menggunakan
enzim laktat dehidrogenase ini ialah reaksi tahap akhir glikolisis, yaitu
pembentukan asam laktat dengan cara reduksi asam piruvat. Dalam reaksi ini
digunakan NADH sebagai koenzim.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-list: l5 level2 lfo5; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.3<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">PROSES GLIKOGENESIS dan GLIKOGENOLISIS</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"></span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l10 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;">Glikogenesis</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Glikogenesis
adalah proses pembentukan glikogen dari glukosa kemudian disimpan dalam hati
dan otot. Glikogen merupakan bentuk simpanan karbohidrat yang utama di dalam
tubuh dan analog dengan amilum pada tumbuhan. Unsur ini terutama terdapat
didalam hati (sampai 6%), otot jarang melampaui jumlah 1%. Akan tetapi karena
massa otot jauh lebih besar daripada hati, maka besarnya simpanan glikogen di
otot bisa mencapai tiga sampai empat kali lebih banyak.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Proses
glikogenesis adalah sebagai berikut : </div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l13 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span>Glukosa mengalami fosforilasi menjadi glukosa 6-fosfat
(reaksi yang lazim terjadi juga pada lintasan glikolisis). Di otot reaksi ini
dikatalisir oleh heksokinase sedangkan di hati oleh glukokinase. </div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l13 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span>Glukosa 6-fosfat diubah menjadi glukosa 1-fosfat dalam
reaksi dengan bantuan katalisator enzim fosfoglukomutase. Enzim itu sendiri
akan mengalami fosforilasi dan gugus fosfo akan mengambil bagian di dalam
reaksi reversible yang intermediatnya adalah glukosa 1,6-bifosfat. <br />
Enz-P + Glukosa 1-fosfat↔Enz + Glukosa 1,6-bifosfat↔Enz-P + Glukosa 6-fosfat </div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l13 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span>Selanjutnya glukosa 1-fosfat bereaksi dengan uridin
trifosfat (UTP) untuk membentuk uridin difosfat glukosa (UDPGlc). Reaksi ini
dikatalisir oleh enzim UDPGlc pirofosforilase.<span style="mso-tab-count: 1;"> </span>
<br />
UDPGlc + PPi↔UTP + Glukosa 1-fosfat </div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l13 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span>Hidrolisis pirofosfat inorganic berikutnya oleh enzim
pirofosfatase inorganik akan menarik reaksi kearah kanan persamaan reaksi. </div>
<div class="MsoListParagraph" style="line-height: 150%; mso-list: l13 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span>Atom C1 pada glukosa yang diaktifkan oleh UDPGlc
membentuk ikatan glikosidik dengan atom C4 pada residu glukosa terminal
glikogen, sehingga membebaskan uridin difosfat. Reaksi ini dikatalisir oleh
enzim glikogen sintase. Molekul glikogen yang sudah ada sebelumnya (disebut
glikogen primer) harus ada untuk memulai reaksi ini. Glikogen primer
selanjutnya dapat terbentuk pada primer protein yang dikenal sebagai
glikogenin. </div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l10 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;">Glikogenolisis</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-outline-level: 2; text-align: justify; text-indent: 18.0pt;">
<b><span style="mso-spacerun: yes;"> </span>Glikogenolisis </b><span lang="IN" style="mso-ansi-language: IN;">merupakan</span><span lang="IN"> </span>lintasan
metabolisme yang digunakan oleh tubuh, selain glukoneogenosis untuk menjaga keseimbangan
kadar glukosa di dalam <b style="mso-bidi-font-weight: normal;">plasma darah</b> untuk
menghindari <b style="mso-bidi-font-weight: normal;">simtomahipoglisemia</b>. <span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Jika glukosa dari diet tidak dapat
mencukupi kebutuhan, maka glikogen harus dipecah untuk mendapatkan glukosa
sebagai sumber energi. Proses ini dinamakan glikogenolisis. Glikogenolisis
seakan-akan kebalikan dari glikogenesis, akan tetapi sebenarnya tidak demikian.
Untuk <b style="mso-bidi-font-weight: normal;">memutuskan ikatan glukosa </b>satu
demi satu dari glikogen diperlukan enzim <b style="mso-bidi-font-weight: normal;">fosforilase</b>.
Enzim ini spesifik untuk proses fosforolisis rangkaian 1</span><span style="color: #1d1b11; font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: Gautami; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">4 glikogen untuk menghasilkan <b style="mso-bidi-font-weight: normal;">glukosa
1-fosfat</b>. Residu glukosil terminal pada rantai paling luar molekul glikogen
dibuang secara berurutan sampai kurang lebih ada 4 buah residu glukosa yang
tersisa pada tiap sisi cabang 1</span><span style="color: #1d1b11; font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: Gautami; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">6.</span></div>
<div align="center" class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l10 level1 lfo6; text-align: center; text-indent: -18.0pt;">
<span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">(C<sub>6</sub>)<sub>n</sub> + P<sub>i</sub></span><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"> (C<sub>6</sub>)<sub>n-1</sub> +
Glukosa 1-fosfat</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div align="center" class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l10 level1 lfo6; text-align: center; text-indent: -18.0pt;">
<span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><sub><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Glikogen<span style="mso-spacerun: yes;"> </span>Glikogen</span></sub><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-outline-level: 2; text-align: justify; text-indent: 18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #1d1b11; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Glukan
transferase</span></b><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"> dibutuhkan sebagai katalisator <b style="mso-bidi-font-weight: normal;">pemindahan
unit trisakarida </b>dari satu cabang <b style="mso-bidi-font-weight: normal;">ke
cabang lainnya </b>sehingga membuat titik cabang 1</span><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">6 terpajan. <b style="mso-bidi-font-weight: normal;">Hidrolisis ikatan 1</b></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">6 </span></b><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">memerlukan
kerja enzim enzim <b style="mso-bidi-font-weight: normal;">pemutus cabang
(debranching enzyme)</b> yang spesifik. </span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Dengan pemutusan cabang tersebut, maka kerja enzim fosforilase selanjutnya
dapat berlangsung.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-list: l5 level2 lfo5; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.4<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">PROSES SIKLUS ASAM SITRAT</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Siklus asam sitrat
adalah serangkaian reaksi kimia dalam sel, yaitu pada mitokondria, yang
berlangsung secara berurutan dan berulang, bertujuan mengubah asam piruvat
menjadi CO<sub>2</sub>, H<sub>2</sub>O dan sejumlah energi. Proses ini adalah
proses oksidasi dengan sejumlah oksigen arau aerob. Sikluss asam sitrat ini
juga disebut siklus krebs.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;">Pada sel eukariota, siklus asam sitrat terjadi
pada </span><a href="http://id.wikipedia.org/wiki/Mitokondria" title="Mitokondria"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">mitokondria</span></a><span lang="IN" style="mso-ansi-language: IN;">, sedangkan pada </span><a href="http://id.wikipedia.org/wiki/Organisme" title="Organisme"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">organisme</span></a><span style="mso-ansi-language: IN;"> </span><a href="http://id.wikipedia.org/wiki/Aerob" title="Aerob"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">aerob</span></a><span lang="IN" style="mso-ansi-language: IN;">, siklus ini
merupakan bagian dari lintasan </span><a href="http://id.wikipedia.org/wiki/Metabolisme" title="Metabolisme"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">metabolisme</span></a><span lang="IN" style="mso-ansi-language: IN;"> yang berperan dalam konversi kimiawi terhadap </span><a href="http://id.wikipedia.org/wiki/Karbohidrat" title="Karbohidrat"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">karbohidrat</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/wiki/Lemak" title="Lemak"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">lemak</span></a><span lang="IN" style="mso-ansi-language: IN;"> dan </span><a href="http://id.wikipedia.org/wiki/Protein" title="Protein"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">protein</span></a><span lang="IN" style="mso-ansi-language: IN;"> - menjadi </span><a href="http://id.wikipedia.org/wiki/Karbon_dioksida" title="Karbon dioksida"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">karbon dioksida</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/wiki/Air" title="Air"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">air</span></a><span lang="IN" style="mso-ansi-language: IN;">, dalam rangka
menghasilkan suatu bentuk </span><a href="http://id.wikipedia.org/wiki/Energi" title="Energi"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">energi</span></a><span lang="IN" style="mso-ansi-language: IN;"> yang dapat digunakan. Reaksi lain pada lintasan </span><a href="http://id.wikipedia.org/wiki/Katabolisme" title="Katabolisme"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">katabolisme</span></a><span lang="IN" style="mso-ansi-language: IN;"> yang sama, antara lain </span><a href="http://id.wikipedia.org/wiki/Glikolisis" title="Glikolisis"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">glikolisis</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Oksidasi_asam_piruvat&action=edit&redlink=1" title="Oksidasi asam piruvat (halaman belum tersedia)"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">oksidasi asam piruvat</span></a><span lang="IN" style="mso-ansi-language: IN;"> dan </span><a href="http://id.wikipedia.org/wiki/Fosforilasi_oksidatif" title="Fosforilasi oksidatif"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">fosforilasi oksidatif</span></a><span lang="IN" style="mso-ansi-language: IN;">.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
<span lang="IN" style="mso-ansi-language: IN;">Produk dari siklus asam sitrat adalah prekursor
bagi berbagai jenis </span><a href="http://id.wikipedia.org/wiki/Senyawa_organik" title="Senyawa organik"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">senyawa organik</span></a><span lang="IN" style="mso-ansi-language: IN;">. </span><a href="http://id.wikipedia.org/wiki/Asam_sitrat" title="Asam sitrat"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">Asam sitrat</span></a><span lang="IN" style="mso-ansi-language: IN;"> merupakan prekursor dari </span><a href="http://id.wikipedia.org/wiki/Kolesterol" title="Kolesterol"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">kolesterol</span></a><span lang="IN" style="mso-ansi-language: IN;"> dan </span><a href="http://id.wikipedia.org/wiki/Asam_lemak" title="Asam lemak"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">asam lemak</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Asam_ketoglutarat-alfa&action=edit&redlink=1" title="Asam ketoglutarat-alfa (halaman belum tersedia)"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">asam ketoglutarat-alfa</span></a><span lang="IN" style="mso-ansi-language: IN;"> merupakan prekursor dari </span><a href="http://id.wikipedia.org/wiki/Asam_glutamat" title="Asam glutamat"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">asam glutamat</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/wiki/Purina" title="Purina"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">purina</span></a><span lang="IN" style="mso-ansi-language: IN;"> dan beberapa </span><a href="http://id.wikipedia.org/wiki/Asam_amino" title="Asam amino"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">asam amino</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Suksinil-KoA&action=edit&redlink=1" title="Suksinil-KoA (halaman belum tersedia)"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">suksinil-KoA</span></a><span lang="IN" style="mso-ansi-language: IN;"> merupakan prekursor dari </span><a href="http://id.wikipedia.org/wiki/Heme" title="Heme"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">heme</span></a><span lang="IN" style="mso-ansi-language: IN;"> dan </span><a href="http://id.wikipedia.org/wiki/Klorofil" title="Klorofil"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">klorofil</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Asam_oksaloasetat&action=edit&redlink=1" title="Asam oksaloasetat (halaman belum tersedia)"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">asam oksaloasetat</span></a><span lang="IN" style="mso-ansi-language: IN;">
merupakan prekursor dari </span><a href="http://id.wikipedia.org/wiki/Asam_aspartat" title="Asam aspartat"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">asam aspartat</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/wiki/Purina" title="Purina"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">purina</span></a><span lang="IN" style="mso-ansi-language: IN;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Pirimidina&action=edit&redlink=1" title="Pirimidina (halaman belum tersedia)"><span lang="IN" style="color: windowtext; mso-ansi-language: IN; text-decoration: none; text-underline: none;">pirimidina</span></a><span lang="IN" style="mso-ansi-language: IN;"> dan beberapa asam amino.</span><span lang="IN"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
<a href="http://id.wikipedia.org/wiki/Berkas:Citric_acid_cycle_with_aconitate_2.svg"><span style="color: windowtext; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><img border="0" height="358" src="file:///C:\DOCUME~1\Acer\LOCALS~1\Temp\msohtmlclip1\01\clip_image005.gif" width="520" /></span></span></a></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: center; text-indent: 18.0pt;">
Gambar
: Siklus Asam Sitrat</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
<span style="mso-tab-count: 1;"> </span>Reaksi-reaksi kimia yang berhubungan dengan siklus asam sitrat
serta reaksi dalam siklus itu sendiri akan dibahas satu persatu.<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"></span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
Asetil Koenzim A (Asetil KoA)</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Asetil KoA
dibentuk pada reaksi antara asam piruvat dengan Koenzim A. Di samping itu asam
lemak juga dapat menghasilkan Asetil KoA pada proses oksidasi. Reaksi
pembentukan Asetil KoA menggunakan kompleks piruvatdehidrogenase sebagai
katalis yang terdiri atas beberapa enzim. Koenzim yang ikut dalam reaksi ini
adalah tiamin pirofosfat(TPP), NAD<sup>+</sup>, asam lipoat dan ion Mg sebagai
aktivator. Reaksi ini bersifat tidak reversible dan asetil KoA yang terjadi
merupakan penghubung antara proses glikolisis dengan siklus asam sitrat.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
asam sitrat</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Asetil KoA adaalah
senyawa berenergi tinggi dan dapat berfungsi sebagai zat pemberi gugus asetil
atau dapat ikut dalam reaksi kondensasi. Asam sitrat dibentuk oleh asetil KoA
dengan asam oksaloasetat dengan cara kondensasi. Enzim yang bekerja sebagai
katalis adalah sitrat sintetase. Asam sitrat yang terbentuk merupakan salah
satu senyawa dalam siklu assam sitrat.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
asam isositrat</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Asam sitrat
kemudian diubah menjadi asam isositrat melalui asam akonitat. Enzim yang
bekerja pada<span style="mso-spacerun: yes;"> </span>reaksi ini adalah
akonitase. Dalam dalam keadaan keseimbangan terdapat 90% asam sitrat, 4% asam
akonitat dan 6% asam isositrat. Walaupun dalam keseimbangan ini asam isositrat
hanya sedikit, tetapi asam isositran akan segera diubah menjadi asam
ketoglutarat sehingga keseimbangan akan bergeser ke kanan.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
asam α.<span style="mso-spacerun: yes;"> </span>Ketoglutarat</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Dalam reaksi
ini<span style="mso-spacerun: yes;"> </span>asam isositrat diubah menjadi asam
oksalosuksinat, kemudian diubah lebih lanjut menjadi asam α.<span style="mso-spacerun: yes;"> </span>Ketoglutarat. Enzim isositrat dehidrogenase
bekerja pada reaksi pembentukan asam oksalosuksinat<span style="mso-spacerun: yes;"> </span>dengan Koenzim NADPH<sup>+</sup>, sedangkan
enzim karboksilase bekerja pada reaksi selanjutnya. Pada reaksi yang kedua ini
di samping asam α ketoglutarat, dihasilkan pula CO, untuk 1 mol asam isositrat
yang diubah, dihasilkan 1 mol NADPH dan 1 mol CO<sub>2</sub>. Koenzim yang
digunakan dalam reaksi selain NADP, juga NAD.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
suksinil KoA</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Asam α ketoglutarat
diubah menjadi suksinil KoA degan jalan dekarboksilasi oksidatif. Reaksi ini
analog dengan reaksi pembentukan asetil KoA dari asam piruvat. Koenzim TPP dan
NAD<sup>+ </sup>diperlukan juga dalam reaksi pembentukan suksinil KoA. Reaksi
berlangsung antara asam α ketoglutarat dengan koenzim A menghasilkansuksinil
KoA dan melepaskan CO<sub>2 </sub>. NADH juga dihasilkan pada<span style="mso-spacerun: yes;"> </span>reaksi ini. Yang menonjol adalah bahwa reaksi
ini tidak reversible.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
asam suksinat</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Asam suksinat
tebentuk dari suksinil KoA dengan cara melepaskan koenzim A serta pembentukan
guanosin trifosfat (GTP) dari guanosin difosfat (GDP). Gugus fosfat yang
terdapat pada molekul GTP segera dipindahkan kepada ADP. Katalis dalam reaksi
ini adalah nukleosida difosfokinase.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
asam Fumarat</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Dalam reaksi ini
asam suksinat diubah menjadi asam fumarat melalui proses oksidasi dengan
menggunakan enzim suksinat dehidrogenase dan FAD sebagai koenzim.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
asam malat</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Asam malat
terbentuk dari asam fumarat dengan cara adisi molekul air. Enzim fumarase
bekerja seagai katalis dalam reaksi ini.</div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l11 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pembentukan
asam Oksaloasetat</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
Tahap akhir dalam
siklus asam sitrat adalah<span style="mso-spacerun: yes;"> </span>dehidrogenase
asam malat untuk membentuk asam oksaloasetat. Enzim yang bekerja pada reaksi
ini adalah malat dehidrogenase. Oksaloasetat yang terjadi kemudian bereaksi
dengan asetil koenzim dan asam sitrat yang terbentuk bereaksi lebih lanjut
dalam siklus asam sitrat. Demikian reaksi-reaksi tersebut di atas berlangsun
terus-menerus dan berulang kali.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-list: l5 level2 lfo5; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.5<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">ENERGI yang DIHASILKAN dari PROSES METABOLISME AEROBIK</span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-fareast-language: IN;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="mso-ansi-language: SV;">dan ANAEROBIK</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt; mso-outline-level: 2; text-align: justify; text-indent: 14.2pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Pada glikolisis aerob, energi yang dihasilkan terinci sebagai berikut:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -14.2pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">hasil tingkat substrat<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 4;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:+ 4P</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -14.2pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">hasil oksidasi respirasi<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 4;"> </span></span><u><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:+ 6P</span></u></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -14.2pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">jumlah</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 7;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:+10P</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -14.2pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">dikurangi untuk aktifasi glukosa dan fruktosa 6P<span style="mso-tab-count: 1;"> </span><u>: - 2P</u></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: -14.2pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 7;"> </span></span><span style="color: #1d1b11; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-spacerun: yes;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">+ 8P</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; text-align: justify;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Pada
glikolisis anaerob, energi yang dihasilkan terinci sebagai berikut:</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">hasil tingkat substrat<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 4;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:+ 4P</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">hasil oksidasi respirasi<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 4;"> </span></span><u><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:+ 0P</span></u></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">jumlah<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 6;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:+ 4P</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 18.0pt; mso-list: l8 level1 lfo9; tab-stops: list 87.8pt; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; font-family: "Courier New"; mso-ansi-language: SV; mso-fareast-font-family: "Courier New"; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">dikurangi untuk aktifasi glukosa dan fruktosa 6P<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span><u><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">: - 2P</span></u><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; text-align: justify;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>+2P</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt; mso-outline-level: 2; text-align: justify; text-indent: 14.2pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span></b><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Dengan </span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">D</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">emikia</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">n</span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"> rincian energi yang dihasilkan dalam siklus asam sitrat adalah:</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 297.7pt; text-align: justify; text-indent: 14.2pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">1. Tiga molekul NADH, menghasilkan </span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:3X3P</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">=<span style="mso-spacerun: yes;">
</span>9P</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: 297.7pt; text-align: justify; text-indent: 14.2pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">2. Satu molekul FADH<sub>2</sub>, menghasilkan</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">: 1 x 2P</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">=<span style="mso-spacerun: yes;">
</span>2P</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 14.2pt;">
<u><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">3. Pada
tingkat substrat<span style="mso-tab-count: 1;"> </span></span></u><u><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 6;"> </span></span></u><u><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">=<span style="mso-spacerun: yes;">
</span>1P</span></u></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 14.2pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Jumlah<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 8;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">= 12P</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 14.2pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Satu siklus Kreb’s akan menghasilkan energi 3P + 3P + 1P + 2P + 3P = 12P.</span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt; mso-outline-level: 2; text-align: justify; text-indent: 14.2pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Kalau kita hubungkan jalur glikolisis, oksidasi piruvat dan siklus Kreb’s,
akan dapat kita hitung bahwa 1 mol glukosa jika dibakar sempurna (aerob) akan
menghasilkan energi dengan rincian sebagai berikut:</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.75pt; mso-list: l9 level1 lfo10; tab-stops: list 91.55pt; text-align: justify; text-indent: -21.75pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Glikolisis <span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 2;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">:<span style="mso-spacerun: yes;">
</span>8P</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.75pt; mso-list: l9 level1 lfo10; tab-stops: list 91.55pt; text-align: justify; text-indent: -21.75pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Oksidasi piruvat (2 x 3P)<span style="mso-tab-count: 1;"> </span>:<span style="mso-spacerun: yes;"> </span>6P</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.75pt; mso-list: l9 level1 lfo10; tab-stops: list 91.55pt; text-align: justify; text-indent: -21.75pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Siklus Kreb’s (2 x 12P)<span style="mso-tab-count: 1;"> </span>: 24P</span></u></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 21.75pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Jumlah<span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 2;"> </span></span><span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">: 3<b>8</b></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt; line-height: 150%; mso-fareast-language: IN;">BAB III</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt; line-height: 150%; mso-fareast-language: IN;">PENUTUP</span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 27.0pt; mso-list: l9 level2 lfo10; text-align: justify; text-indent: -27.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;">KESIMPULAN</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 27.0pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 45.0pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-weight: bold; mso-fareast-language: IN;">Metabolisme karbohidrat</span><span style="mso-fareast-language: IN;"> yaitu proses yang terdiri dari dua cakupan
yakni reaksi pemecahan atau katabolisme dan reaksi pembentukan atau anabolisme.
</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 45.0pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-language: IN;">Tahapan metabolisme terdiri atas beberapa
bagian yakni glikolisis, oksidasi piruvat ke asetil-KoA, glikogenesis, glikogenolisis,
hexose monophosphate shunt dan terakhir adalah Glukoneogenesis.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 45.0pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Glikolisis
merupakan reaksi tahap pertama secara aerob (cukup oksigen) yang berlangsung
dalam mitokondria.<span style="mso-fareast-language: IN;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 45.0pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Proses glikogenesis adalah proses pembentukan
glikogen dari glukosa kemudian disimpan dalam hati dan otot. Sedangkan,
glikogenolisis yaitu pembentukan glukosa dari glikogen yang mana glukosa
tersebut sebagai sumber energi. <span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 45.0pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Siklus asam sitrat (siklus krebs) adalah
serangkaian reaksi kimia dalam sel, yaitu pada mitokondria, yang berlangsung
secara berurutan dan berulang, bertujuan mengubah asam piruvat menjadi CO<sub>2</sub>,
H<sub>2</sub>O dan sejumlah energy.<span lang="SV" style="color: #1d1b11; mso-ansi-language: SV; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 45.0pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="mso-fareast-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Kalau kita hubungkan jalur glikolisis,
oksidasi piruvat dan siklus Kreb’s, akan dapat kita hitung bahwa 1 mol glukosa
jika <u>dibakar sempurna (aerob)</u> akan menghasilkan energi dengan rincian
sebagai berikut:</span><span style="mso-fareast-language: IN;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 63.0pt; mso-list: l7 level1 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Glikolisis <span style="mso-tab-count: 3;"> </span>:<span style="mso-spacerun: yes;"> </span>8P</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 63.0pt; mso-list: l7 level1 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Oksidasi piruvat (2 x 3P)<span style="mso-tab-count: 1;"> </span>:<span style="mso-spacerun: yes;"> </span>6P</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 63.0pt; mso-list: l7 level1 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><u><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Siklus Kreb’s (2 x 12P)</span></u><u><span style="color: #1d1b11; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span></u><u><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span>: 24P</span></u><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 63.0pt; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">Jumlah<span style="mso-tab-count: 3;"> </span></span><span style="color: #1d1b11; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;"><span style="mso-tab-count: 1;"> </span></span><span lang="IN" style="color: #1d1b11; mso-ansi-language: IN; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">: 38</span><span style="color: #1d1b11; mso-bidi-font-family: Gautami; mso-themecolor: background2; mso-themeshade: 26;">P</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt; line-height: 150%; mso-fareast-language: IN;">DAFTAR PUSTAKA</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span lang="IN" style="color: black; mso-ansi-language: IN; mso-themecolor: text1;">Poedjadi, Anna. 1994. <i style="mso-bidi-font-style: normal;">Dasar-dasar
Biokimia</i>.UI Press: Jakarta.</span><span style="color: black; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="color: black; mso-themecolor: text1;">Strayer, Lubert. 1996.
<i style="mso-bidi-font-style: normal;">Biokimia</i>. Penerbit Buku Kedokteran
EGC: Jakarta</span><span style="color: black; mso-themecolor: text1;"> </span>
</div>
<div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="color: black; mso-fareast-language: IN; mso-themecolor: text1;">Anonim 2013.A. </span><a href="http://pramb-test.blogspot.com/2011/04/proses-metabolisme-organisme.html.diakses"><span style="color: black; mso-fareast-language: IN; mso-themecolor: text1;">http://pramb-test.blogspot.com/2011/04/proses-metabolisme-organisme.html.
Diakses</span></a><span style="color: black; mso-fareast-language: IN; mso-themecolor: text1;"> pada tanggal 24 Februari 2013</span></div>
<div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="color: black; mso-themecolor: text1;">Anonim 2013.B.
http://www.google.com/url?sa=t&rct=j&q=membandingkan energi yang
dihasilkan dari proses mtabolisme aerobik dan anaerobik&source=web&cd
=1&cad=rja&ved=0. Diakses pada tanggal 24 Februari 2013</span><span style="color: black; mso-themecolor: text1;"> </span>
</div>
<div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="color: black; mso-themecolor: text1;">Anonim 2013.C.
http://www.google.com.Metabolise.karbohidrat url?sa=t&rct=j&q=Diakses
pada tanggal 24 Februari 2013</span></div>
<div class="MsoNormal" style="margin-left: 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="color: black; mso-themecolor: text1;">Anonim 2013.E. </span><a href="http://www.wikipedia.com/"><span style="color: black; mso-themecolor: text1;">http://www.wikipedia.com</span></a><span style="color: black; mso-themecolor: text1;">. Diakses pada tanggal 24 Februari
2013</span></div>
<span lang="IN" style="mso-ansi-language: IN;"></span><b style="mso-bidi-font-weight: normal;"><span style="mso-fareast-language: IN;"></span></b>
</div>
muhammad fitriansyahhttp://www.blogger.com/profile/12138890192328895042noreply@blogger.com0